2050 Binary Forms 



Binary forms, theorem on fnth differentials. 



Dawson, H. G. Mess. Mth. 18 (1889) 145- . 

 , theorems, and application to multiple 



roots of sextic equation. Maisano, G. Km. 



B. Ac. Line. T. 7 (1883) 231-. 

 , , extensions. Ovidio, E. d\ Tor. Ac. 



Sc. At. 14 (1878) 963-. 

 , theory. Hermite, C. Camb. and Dubl. 



Mth. J. 9 (1854) 172-. 

 , . Clebsch, R.F. A. Gott. Nr. (1870) 



405-. 

 , . Noether, M. Erlang. Ps. Md. S. 



Sb. 13 (1881) 41-. 

 , . Gundelfinger, S. Gott. Nr. (1883) 



115- ; Crelle J. Mth. 100 (1887) 413-. 

 , . Deruyts, J. Brux. Ac. Bll. 14 



(1887) 53-. 

 , . Waelsch, E. Wien Ak. Sb. 100 



(1891) (Ab. 2o) 574-. 

 , , notes. Pittarelli, G. G. Mt. 15 



(1877) 362-. 



, _, point in. Capelli, A. G. Mt. 16 



(1878) 217-. 



, transformations/ geometric interpreta- 

 tion. Clebsch, R.F. A. Gott. Nr. (1871) 335-. 



with two series of variables, new symbol 



in theory. Pascal, E. Nap. Bd. 26 (1887) 

 200-. 



vanishing covariants. Gordan, P. 

 Mth. A. 12 (1877) 147-. 



which are complete powers, conditions 



for. Hilbert, D. Mth. A. 27 (1886) 158-. 

 polars of a form. Wiederhold, P. 



Mth. A. 8 (1875) 444-. 

 whose variables are fundamental integrals 



of a linear differential equation. Vernier, P. 



Par. S. Mth. Bll. 22 (1894) 133-. 



groups with special property of combinants. 

 Hilbert, D. Mth. A. 30 (1887) 561-. 



nonic, complete system of groundforms. 

 Sylvester, J. J. Am. J. Mth. 2 (1879) 98-. 



octavic, complete system of forms. Gall, 

 (Frhr.) von. Mth. A. 17 (1880) 31-, 139-, 

 456. 



, proof of impossibility of its possessing 



groundform of deg.-order 10 . 4. Sylvester, 

 J. J. Am. J. Mth. 4 (1881) 62-. 



, properties. Brioschi, F. C. B. 96 (1883) 



1689-. 



quadratic forms, system of three. Astis, F. 

 de. G. Mt. 37 (1899) 148-. 



quantic, a, b, c form. Hammond, J. L. Mth. 

 S. P. 27 (1896) 393-. 



quantics. Brioschi, F. Tortolini A. 7 (1856) 

 5-, 15-, 69-. 



, derivatives. Cayley, A. QJ. Mth. 15 



(1878) 157-. 



, reduction to canonical form. Faa de 

 Bruno, F. Liouv. J. Mth. 17 (1852) 193-. 



quartic form, Legendre's reduction to canoni- 

 cal form. Warren J. [1865] QJ. Mth. 7 

 (1866) 338-. 



, properties of a. Brioschi, F. G. Mt. 



22 (1884) 130-. 



, theory. Igel, B. Mh. Mth. Ps. 10 



(1899) 102-. 



forms. Arndt, F. Grunert Arch. 18 



(1852) 111-. 



Binary Forms 2050 



Binary quartic forms. Battaglini, G. Nap. 



Bd. 3 (1864) 201-, 234-. 

 . Clebsch, R. F. A. Crelle J. 67 



(1867) 371-. 



and elliptic functions, connection 

 between. Study, E. Am. J. Mth. 17 (1895) 

 216-. 



in involution. Battaglini, G. Nap. 



Bd. 3 (1864) 263-. 

 , simultaneous system of two. Bertini, 



E. [1875] G. Mt. 14 (1876) 1-. 

 , system derivable from same quintic. 



Stasi, F. G. Mt. 37 (1899) 160-. 

 and ternary cubics. Brioschi, F. [1875J 



A. Mt. 7 (1876) 52-. 



quintic. Battaglini, G. Bm. B. Ac. Line. 

 At. 2 (1875) 582-. 



, application of theorem to. Ovidio, E. d\ 



Palermo Cir. Mt. Bd. 7 (1893) 1-. 



, canonical form. MacMahon, P. A* 

 QJ. Mth. 19 (1883) 337-. 



and sextic, new canonical forms. Groice t 



B. E. Kan. Un. Q. 6 (1897) 201-. 



quintics. Ovidio, E. d'. Tor. Ac. Sc. At. 

 15 (1879) 591-. 



. Maisano, G. Bm. B. Ac. Line. Mm. 



14 (1883) 97-. 



septic. Sylvester, J. J. C. B. 87 (1878) 

 899-. 



, complete form-system of the. Gall> 

 (Frhr.) von. Mth. A. 31 (1888) 

 318-. 



sextic. Perrin, R. C. E. 96 (1883) 1717-, 

 1776-, 1842-. 



. Maisano, G. Em. B. Ac. Line. Mm. 



19 (1884) 9-. 



, formulae relative to. Ovidio, E. d\ 

 Tor. Ac. Sc. At. 27 (1892) 535-; 28 (1893) 

 133. 



, its syzygies and their relations. Ham- 

 mond, J. Am. J. Mth. 7 (1885) 327-. 



sextics. Clebsch, R. F. A., & Gordan, P. 



C. B. 64 (1867) 582-. 



. Clebsch, R.F. A. Gott. Ab. 14 (1869) 



75pp. 



. Bolza, 0. Mth. A. 30 (1887) 546-. 



-with linear transformations into them- 

 selves. Bolza, 0. Am. J. Mth. 10 (1888) 



47-. 

 Canonic roots of binary quantic of odd order. 



Cayley, A. Ph. Mg. 25 (1863) 206-. 

 , sequel to Cayley's theorems. Sylvester^ 



J. J. Ph. Mg. 25 (1863) 453-. 

 Canonical forms, point in Sylvester's theory. 



Morley, F. [1900] N. Y. Am. Mth. S. Bll. 7 



(1901) 202, 206. 

 Catalecticant is an invariant, proof. Humbert, 



. As. Fr. C. B. (1888) (Pt. 2) 163-. 

 Combinants of algebraic binary forms. Le 



Paige, C. M. M. H. H. Brux. Ac. Bll. 48 



(1879) 530-. 

 binary associated with curves of 4th 



order. Berzolari, L. A. Mt. 20 (1892-93) 



101-. 

 form-systems, etc. Gross, W. Mth. A. 



32 (1888) 136-. 

 linear system of quintics. Berzolari, L^ 



Palermo Cir. Mt. Ed. 7 (1893) 5-. 



148 



